Time left 1:13:55 Note: round your answers to 2 decimal places. Based on market research, information diffuses through an adult population of fixed size P at a rate that is proportional to the number of people who have yet to hear the news. Specifically, let N(t) be the number of people who have heard the news after t days, then information diffusion proceeds according to the following differential equation, dN = k(P - N(t) ) Consider the Black Monday crisis on Wall Street. On Black Monday (at t = 0), no one has heard the news yet and therefore N(0) = 0. Three days after Black Monday (t = 3) occurred, a poll showed that 77% of the population had heard about the event. What percentage of the population that will be aware of the Black Monday crisis after 2 days (t = 2)?